Mario Bessa, Maria Carvalho, Alexandre Rodrigues
Published 2015-11-27Version 1
We consider hyperbolic toral automorphisms which are reversible with respect to a linear area-preserving involution. We will prove that within this context reversibility is linked to a generalized Pell equation whose solutions we will analyze. Additionally, we will verify to what extent reversibility is a common feature and characterize the generic setting.
Comments: arXiv admin note: text overlap with arXiv:1402.0070
Degenerate random perturbations of Anosov diffeomorphisms
Simultaneous dense and nondense orbits for toral diffeomorphisms
Deterministic Walks in Quenched Random Environments of Chaotic Maps
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